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irreducible
[ ir-i-doo-suh-buhl, -dyoo- ]
adjective
- not reducible; incapable of being reduced or of being diminished or simplified further:
the irreducible minimum.
- incapable of being brought into a different condition or form.
- Mathematics.
- of or relating to a polynomial that cannot be factored.
- of or relating to a group that cannot be written as the direct product of two of its subgroups.
irreducible
/ ˌɪrɪˈdjuːsɪbəl /
adjective
- not able to be reduced or lessened
- not able to be brought to a simpler or reduced form
- maths
- (of a polynomial) unable to be factorized into polynomials of lower degree, as ( x ² + 1)
- (of a radical) incapable of being reduced to a rational expression, as √( x + 1)
Derived Forms
- ˌirreˈducibly, adverb
- ˌirreˌduciˈbility, noun
Other Words From
- irre·duci·bili·ty irre·duci·ble·ness noun
- irre·duci·bly adverb
Word History and Origins
Origin of irreducible1
Example Sentences
Climate and weather patterns are driven by an irreducible web of interactions across a variety of planet-wide systems.
First, the United States and China must have a clear, granular understanding of each other’s irreducible strategic redlines in order to help prevent conflict through miscalculation.
Branching out to consider the moral crises of the pastor’s wife and children, the novel presents an electrifying examination of the irreducible complexities of an ethical life.
The qualia that compose conscious experiences are irreducible, incapable of being mapped onto anything else.
But breakfast was practically over, and the need for beating a further retreat was thus reduced to an irreducible minimum.
You know, to men like your father convictions are irreducible elements—they can't be split up, and differently combined.
There was one peculiarly stubborn and irreducible class of facts which he took up and gave much thought to during this period.
The logic is unimpeachable, and points to irreducible pleasures and pains as the standard of valuation.
What wonder, then, if he should sometimes make mistakes, and that some inconsistencies remain at last irreducible?
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